MATH-175 Midterm: MATH 175 Boise State Exam2 shortAsp18
15 Feb 2019
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Write the third degree taylor polynomial approximation of f (x), centered at x = 4. Use the standard form with fully simpli ed coe cients: (6 points) suppose that the taylor series for a function is given by f (x) = A typical slice located at x is shown. Use correct notation to write an appropriate expression for each quantity below. 1: (6 points) a plate is in the shape of the region shown at right, bounded by the coordinate axes and one quarter of the circle x2 + y2 = 16. Do not compute the integral: (14 points) the shape at right shows the curve y = 4 x2, for. 0 x 2, rotated about the y-axis, with a cone of radius 1 inch and a height of 4 inches removed from the center. The volume of the resulting shape can be found by slicing this object along the y-axis.
